The urban development increase in the built-up areas leads to more impervious areas with the consequence of larger runoff. Undeniably, this excess water has many benefits. Low-impact development (LID) is one of the innovations to conserve wasted runoff water. The two LID scenarios (water storage – WS; infiltration – I) under different rainfall depths (20, 25, 30, 35 mm) are assessed using Storm Water Management Model (SWMM) and analyzed based on their benefit–cost. This study aims to evaluate the hydrological performance and the benefit–cost ratio to identify the optimal LID design. The benefit calculation is not only projected by runoff reduction aspects, but also the other opportunities aspects. Based on the hydrological performance, scenario I shows a higher runoff reduction performance than scenario WS. Based on the benefits aspects studied, scenario I provides greater benefits with more cost than the WS scenario. Rainfall depth influenced the life cycle cost with 20-mm WS scenario experiencing faster payback period than other scenarios.

  • Scenario infiltration excels in reducing runoff, particularly in low rainfall conditions.

  • Scenario water storage with 20-mm rainfall depth offers the best cost-effectiveness, but sensitivity to costs and discount rate emphasized.

Unpredictable climatic change because of global warming affected droughts and heavy floods (Hu et al. 2017). The dynamic of urban development has altered the natural hydrological cycle and increased the proportion of waterlogged regions. Some extreme situations, such as heavy rains can cause floods around the world, including Indonesia, namely Jakarta (Kardhana et al. 2022) and Semarang (Mudiyono 2022). All these years, excess water such as floods is considered a disaster that dealt with grey infrastructure such as piped conveyances to collect and convey stormwater to wastewater treatment facilities or into surface waters. The purpose is to quickly transport runoff through pipes away from the city to prevent damage to the built environment and avoid insects, disease, and odor caused by stagnant water. This approach may cause overflows and imply a decline in water quality and stream habitats, an increase in stream erosion, and the potential for falling base flows. Therefore, a new system is needed to accommodate the flow into something meaningful. Green infrastructure (GI) (Hanna & Comín 2021), sustainable urban drainage system (SUDS) (Bailey et al. 2019), sponge city (Zha et al. 2021), or low-impact development (LID) is an alternative management that can be applied in conducting water conservation (Bigurra-Alzati et al. 2021). LID was first introduced in North America as a method of engineering design and land planning to control stormwater flow. In recent years, it has gained popularity in urban planning and water resource management due to its ability to replicate pre-development watershed hydrological regimes through infiltration, filtration, storage, evaporation, and containment of runoff near its source (Putri et al. 2023). According to several studies, the use of LID methods can have an impact on water conservation and flood control, including runoff volume (Mai et al. 2018), runoff ratio to rainfall (Hou et al. 2020), and peak flow rate (Baek et al. 2020). Commonly used LID practices are LID water storage (WS) such as rain barrels (RBs) and LID infiltration such as bioretention and vegetative swale (VS) (Jemberie & Melesse 2021). Even though numerous studies have indicated that LID can be used for urban water conservation (Lu & Wang 2021; Zúñiga-Estrada et al. 2022), a better understanding of the maintenance cost-effectiveness throughout the life cycle of a LID is needed to achieve an optimal LID result (Erickson et al. 2018).

The cost-effectiveness of LID performance includes a life cycle cost (LCC) analysis, a technique for determining the most cost-effective choice by adding up all the costs that an object will incur or can be assumed to incur over the course of its service life (Yang et al. 2020). So far, LCC calculations only consider runoff reduction as a benefit of LID (Zeng et al. 2020; Lu et al. 2022). Conversely, as mentioned before the water excess is having other benefits, especially for water conservation and not being wasted. For instance, a RB can be functioned to substitute drinking water used in non-potable water applications such as irrigation and toilet flushing (Oberascher et al. 2021). Bioretention and VSs also can increase the groundwater recharge (Gülbaz & Kazezyılmaz-Alhan 2018) to prevent impacts from groundwater pumping, such as dry wells or sinking lands (Hanak et al. 2019). Besides that, LID is helpful as flood risk protection that can minimalize the socio-economic post-disaster effects by reducing its risk (Sarma & Rajkhowa 2021).

Each LID practice types have different advantages that adapt to area conditions. Beside LID design, other factors that affect the profit of LID are the amount of rain (Kaykhosravi et al. 2018). However, the effects of LID under different rainfall characteristics have not been fully understood, including the economic benefits (Peng et al. 2019). Indonesia faces varying rainfall depth due to the geographics of the Indonesian archipelago laying between two continents and two oceans, crossed by the equator (Priambodo et al. 2019). Different rainfall patterns will have different impacts. Therefore, it is crucial to consider the diverse rainfall depth to obtain the optimal result of LID, especially in Indonesia, which is still considering the utilization of LID (Putri et al. 2023). Thus, this study investigates combining three different types of LID practices with different rainfall depth scenarios to (1) evaluate the hydrology performance of two LID scenarios, namely LID WS and LID Infiltration (I) based on the rainfall depth, and to (2) analyze the LCC based on the rainfall depth to various kinds of its benefits to find the maximum benefits. In this paper, the WS uses RBs, while scenario I uses bioretention and VS. The rainfall–runoff using Storm Water Management Model (SWMM) modeling with four different rainfall depths, which is 20, 25, 30, and 35 mm. This study can be a guidance for decision-makers to implement more targeted and effective sustainable water management strategies across the landscapes with similar rainfall characteristics.

This study is divided into three main phases: data collection, hydrological performance analysis, and LCC analysis. The schematic diagram is shown in Figure 1. First, according to the local conditions of the study area, the hydrological performance of various LID implementation scenarios was evaluated in the SWMM under different rainfall depth. Then the life cycle costs of various LID plans are calculated based on benefits, construction costs and operation/maintenance costs. Finally, the optimal LID scenario is obtained by considering hydrological costs and life cycle costs.
Figure 1

Flowchart of LID optimal scenario.

Figure 1

Flowchart of LID optimal scenario.

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Area study

The study area is at Jember University in East Java. The location of this campus is located at a latitude of 8°9′53″ south and longitude of 113°43′4″ east, as shown in this Figure 2 is 97,449 ha with an area of 15,327 ha of built-up land that has various types of land cover such as roads, buildings, parker lots, and green land overgrown with some perennials. The two nearby rain-measuring stations provided the rainfall data, namely the Jember rain gauge and the Sembah rain gauge. The Jember rain gauge is approximately 2.5 km from the research site, while the Sembah rain gauge is approximately 2.8 km from the research site. This location is close to the Antirogo river so that surface runoff is passed through three outlets, which reduce the number of infiltrations as a basic flow provision so that it is suitable for runoff analysis based on LID practices.
Figure 2

University of Jember Campus.

Figure 2

University of Jember Campus.

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Design rainfall scenario

In general, every area has a different rainfall distribution. Various rain distributions of an area include Weibull, gamma (Papalexiou & Serinaldi 2020), Gumbel (González-álvarez et al. 2019), lognormal (Norrulashikin et al. 2021), or beta (Kim et al. 2020). It is adapted to the climatic characteristics in the research area. The Cullen and Frey Graph can be used to examine the acceptability of such a rain distribution based on the distribution's best match, which works based on the skewness-kurtosis relationship (Aiyelokun et al. 2021). The slope indicates symmetry in the distribution, and kurtosis indicates the presence of the tail in the distribution. Normal, uniform, logistical, and exponential distributions show a single point because only there is only one value of skewness, and kurtosis is described. Other distributions, such as lognormal and gamma, are represented by lines. On beta distribution, a larger area is considered to display the probability of distribution. Based on the Cullen and Frey chart, rainfall in Jember Regency is distributed beta according to the position of the data in the beta distribution area (Figure 3). Rainfall data in Jember are symbolized by a blue sphere located in the beta distribution area. This suggests the best-fit distribution of rainfall is beta distribution. The beta distribution is one of the continuous distributions with α and β parameters. The 10-year daily average rainfall in the study area followed the Beta distribution (0.71848, 0.58147). The distribution of precipitation opportunities (Table 1) shows that 20 mm rainfall depth has the highest probability than other rainfall depths. The deeper the rainfall the less probability of it happening. This selected rain distribution is used to calculate the probability of frequent rainfall associated with the benefits of LID.
Table 1

Distribution of precipitation probability for a variety of rainfall depths

Rainfall depth (mm)Probability (%)Number of events (days)
20 11.49 42 
25 6.86 25 
30 4.17 15 
35 1.44 
Rainfall depth (mm)Probability (%)Number of events (days)
20 11.49 42 
25 6.86 25 
30 4.17 15 
35 1.44 
Figure 3

Cullen and Frey charts for rain distribution in the Jember region.

Figure 3

Cullen and Frey charts for rain distribution in the Jember region.

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LID scenario

The study area was described into 25 sub-watersheds as in Figure 4. In addition, there are 81 conduits with 52 open quadrangular-shaped junctions, 14 closed quadrangular-shaped junctions, and 13 open trapezium-shaped junctions.
Figure 4

University of Jember Drainage System Modeling on SWMM.

Figure 4

University of Jember Drainage System Modeling on SWMM.

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This study used two types of LIDs, namely LID WS in the form of RBs and LID infiltration in the form of VSs and bioretention cells (BCs). The bioretention system itself consists of a column containing surface layer, soil layer, storage layer and drain system with parameters shown in Table 2 as these provide optimum results based on the study by Gülbaz & Kazezyılmaz-Alhan (2017). This study used 78 RBs in 25 sub catchments only used in permanent buildings and main buildings and allowed RBs to be installed. The utilization of LID WS will be analyzed based on the depth of rainfall which is referred to as scenario WS1 (LID WS 20 mm), WS2 (LID WS 25 mm), WS3 (LID WS 30 mm), and WS4 (LID WS 35 mm). Swales are used only on the field in sub-17 and sub-19 and the using of bioretention is 20% of the area in each sub catchment. Like the WS scenario, LID infiltration is also divided into four scenarios based on the rainfall depth, namely I1 (LID infiltration 20 mm), I2 (LID Infiltration 25 mm), I3 (LID infiltration 30 mm), and I4 (LID Infiltration 35 mm). Due to the characteristics of the research region, which is in urban areas and adjacent to the Antirogo river, which is also positioned in the middle of the city as an outflow, SWMM was employed in this study to estimate runoff.

Table 2

Parameters of LID, WS, and LID infiltration on SWMM

LayersParametersUnitRain barrelVegetative swaleBioretention
Surface Depth Mm — 200 390 
Vegetation volume — — 0.1 0.2 
Fraction roughness — — 0.13 0.13 
Slope — 0.8 0.1 
Soil Thickness mm — — 700 
Porosity — — — 0.47 
Field capacity — — — 0.4 
Withering point — — — 0.33 
Conductivity mm/h — — 300 
Conductivity slope — — 10 
Suction head mm — — 15 
Storage Depth mm 1,285 — — 
Thickness mm — — 10 
Void ratio — — — 0.75 
Seepage rate mm/h — — 
Blockage factors — — — 
Drain Flow coefficient — 11.485 — — 
Exponent stream — 0.5 — 0.5 
Offset depth mm — 13 
Delay flowing — — 
Source   Pre-study Bai et al. (2018)  Gülbaz & Kazezyılmaz-Alhan (2017)  
LayersParametersUnitRain barrelVegetative swaleBioretention
Surface Depth Mm — 200 390 
Vegetation volume — — 0.1 0.2 
Fraction roughness — — 0.13 0.13 
Slope — 0.8 0.1 
Soil Thickness mm — — 700 
Porosity — — — 0.47 
Field capacity — — — 0.4 
Withering point — — — 0.33 
Conductivity mm/h — — 300 
Conductivity slope — — 10 
Suction head mm — — 15 
Storage Depth mm 1,285 — — 
Thickness mm — — 10 
Void ratio — — — 0.75 
Seepage rate mm/h — — 
Blockage factors — — — 
Drain Flow coefficient — 11.485 — — 
Exponent stream — 0.5 — 0.5 
Offset depth mm — 13 
Delay flowing — — 
Source   Pre-study Bai et al. (2018)  Gülbaz & Kazezyılmaz-Alhan (2017)  

Benefit-cost identification

To analyze the benefit–cost in each LID scenario, it is necessary to calculate each benefit and cost component.

Benefit aspects

The benefits of reducing and utilizing urban rainwater are numerous. According to (Liu et al. 2016), there are seven benefits of using LID were based on local conditions, this study selected six types of benefits with parameters as in Table 3. The calculation method for this benefit is summarized as follows:

Table 3

Benefit parameter implementation of LID practices

ParametersNotationsValueUnitReferences
Tap water price Pt 0.14 USD/m³ The price of clean water at the study site 
The volume of rainwater harvesting for utilization Vh 50.70 m³ Estimation 
Irrigation water for green space Pg 0.14 USD/m³ The price of clean water at the study site 
Rainwater infiltration amount of green space scenario I Vg1 34,680 m³ Estimation 
Rainwater infiltration amount of green space scenario WS Vg2 37,262 m³ Estimation 
Reduction of irrigation resulting from infiltration 40 KP-01, 2013 
Groundwater price Pb 0.14 USD/m³ The price of clean water at the study site 
Infiltration increased amount scenario I Vb1 7,267 m³ Estimation 
Infiltration increased amount scenario WS Vb2 4,685 m³ Estimation 
Groundwater recharge coefficient Β 20 SNI 19-6728.1-2002 
Flood prevention charge-imposed amount 0.29 USD/m² Liu et al. (2016)  
Discount rate 3.5 Bank Indonesia 
Asset depreciation period 30 Years University of Jember 
The operational cost of the drainage facility 0.01 USD/m³ Liu et al. (2016)  
Sewage treatment cost Ps 0.15 USD/m³ Liu et al. (2016)  
Reduced stormwater runoff scenario WS1 Qw20 35,867 m³ Estimation 
Reduced stormwater runoff scenario WS2 Qw25 46,020 m³ Estimation 
Reduced stormwater runoff scenario WS3 Qw30 56,230 m³ Estimation 
Reduced stormwater runoff scenario WS4 Qw35 66,480 m³ Estimation 
Reduced stormwater runoff scenario I1 Qi20 53,702 m³ Estimation 
Reduced stormwater runoff scenario I2 Qi25 69,057 m³ Estimation 
Reduced stormwater runoff scenario I3 Qi30 84,483 m³ Estimation 
Reduced stormwater runoff scenario I4 Qi35 99,999 m³ Estimation 
ParametersNotationsValueUnitReferences
Tap water price Pt 0.14 USD/m³ The price of clean water at the study site 
The volume of rainwater harvesting for utilization Vh 50.70 m³ Estimation 
Irrigation water for green space Pg 0.14 USD/m³ The price of clean water at the study site 
Rainwater infiltration amount of green space scenario I Vg1 34,680 m³ Estimation 
Rainwater infiltration amount of green space scenario WS Vg2 37,262 m³ Estimation 
Reduction of irrigation resulting from infiltration 40 KP-01, 2013 
Groundwater price Pb 0.14 USD/m³ The price of clean water at the study site 
Infiltration increased amount scenario I Vb1 7,267 m³ Estimation 
Infiltration increased amount scenario WS Vb2 4,685 m³ Estimation 
Groundwater recharge coefficient Β 20 SNI 19-6728.1-2002 
Flood prevention charge-imposed amount 0.29 USD/m² Liu et al. (2016)  
Discount rate 3.5 Bank Indonesia 
Asset depreciation period 30 Years University of Jember 
The operational cost of the drainage facility 0.01 USD/m³ Liu et al. (2016)  
Sewage treatment cost Ps 0.15 USD/m³ Liu et al. (2016)  
Reduced stormwater runoff scenario WS1 Qw20 35,867 m³ Estimation 
Reduced stormwater runoff scenario WS2 Qw25 46,020 m³ Estimation 
Reduced stormwater runoff scenario WS3 Qw30 56,230 m³ Estimation 
Reduced stormwater runoff scenario WS4 Qw35 66,480 m³ Estimation 
Reduced stormwater runoff scenario I1 Qi20 53,702 m³ Estimation 
Reduced stormwater runoff scenario I2 Qi25 69,057 m³ Estimation 
Reduced stormwater runoff scenario I3 Qi30 84,483 m³ Estimation 
Reduced stormwater runoff scenario I4 Qi35 99,999 m³ Estimation 

Benefits of changing tap water
Rainwater collected in RBs can be utilized to water already-existing plants, which is expected to save money on tap water and ease demand on urban water supplies. These benefits (B1, $) can be calculated by the amount of harvest and the tap water cost:
(1)
where pt refers to the tap water price ($/m3), and Vh refers to the volume of rainwater harvesting for utilization (m3).
Benefits of saving green space irrigation
The amount and frequency of irrigation can be decreased when rainwater runoff from a roof or street enters the depression of green space, increasing the soil moisture there. The benefits of savings this cost (B2, $) is calculated as follows:
(2)
where pg refers to the price of irrigation water ($/m3), Vg refers to the amount of rainwater infiltration (m3), and c refers to the reduction of irrigation due to infiltration (%).
Benefits of groundwater recharge
Some of the rainwater that seeps into the soil will replenish groundwater equal to the value of groundwater when infiltration facilities are employed to prevent rainwater runoff (B3, $). The equation is given as follows:
(3)
where pb refers to the groundwater price ($/m3), Vb refers to the infiltration increased amount (m3), and c refers to the groundwater recharge coefficient.
Benefit from the flood protection expense exemption
Before community construction starts, a one-time fee for flood protection is assessed. Therefore, considering the discount rate as a one-time payment to the developer, the benefit (B5, $) can be calculated by:
(4)
where m refers to the flood prevention charge-imposed amount ($/m2), A refers to the actual area of stormwater reduction and utilization facilities implemented, j refers to the discount rate (%), and n refers to the service period of GI facilities (years).
Benefit from saving the operational costs of drainage facilities
By minimizing the amount of rainwater runoff that enters external drainage pipelines and by relieving pressure on city pipelines, GI facilities established in the neighborhood can lower the cost of maintaining pipelines. Therefore, this benefit (B6, $) can be calculated by operational costs per m3 of rainwater and a reduction in the volume of stormwater runoff of GI facilities (Q, m3) (that is, a reduction in the amount of external rainwater discharge):
(5)
where s refers to the operation cost per m3 stormwater ($/m3).
Benefit from saving sewage treatment fees by reducing runoff discharge
The University of Jember's drainage systems for rainwater and sewage are combined throughout the entire campus. GI will lower the quantity of rainwater flowing to sewage treatment facilities and the amount of stormwater runoff that is discharged from the neighborhood, reducing the amount of money spent on trash disposal. The benefits of waste treatment cost savings (B7, $) can be expressed as:
(6)
where ps refers to the sewage treatment cost ($/m3).

Cost of construction

The costs incurred in this activity consist of a construction fee with parameters as in Table 4, and operational and maintenance fees of 10% of each benefit.

Table 4

LID construction cost parameters

Job type descriptionUnitVolumeUnit price ($)a
Rain barrel 
 Gutter installation 10,206 3.81 
 Pipe installation 234 7.25 
 Tandon installation Bh 78 100.77 
Vegetative swale 
 Excavation of soil m3 1,000 3.74 
 Plant planting m2 5,000 2.50 
Bioretention 
 Excavation of the soil m3 134,337 3.74 
 Structural wall brick installation m2 7,033 6.27 
 Structural wall stucco m2 7,033 2.64 
 Gravel fill m3 1,221 8.15 
 Soil plants fill m3 85,487 8.15 
 Plant planting m2 122,124 7.69 
Job type descriptionUnitVolumeUnit price ($)a
Rain barrel 
 Gutter installation 10,206 3.81 
 Pipe installation 234 7.25 
 Tandon installation Bh 78 100.77 
Vegetative swale 
 Excavation of soil m3 1,000 3.74 
 Plant planting m2 5,000 2.50 
Bioretention 
 Excavation of the soil m3 134,337 3.74 
 Structural wall brick installation m2 7,033 6.27 
 Structural wall stucco m2 7,033 2.64 
 Gravel fill m3 1,221 8.15 
 Soil plants fill m3 85,487 8.15 
 Plant planting m2 122,124 7.69 

aEstimated price at the study location.

Benefit–cost analysis

Following Indonesian government rules, a 10% discount rate is applied with a reference period of 10 years to determine costs and benefits from net present value (NPV). The sum of all cash inflows is greater than the sum of all cash flows in terms of present value.
(7)
where NPV refers to the net present value ($), NCFt refers to the net cash flow generated by the innovation project in year t, i refers to the discount rate (10%), and t refers to the year of investment.
Total benefits and expenditures are calculated for each year and summed up over time cumulatively. The BC ratio is then calculated after each project year (t1–10). The income divided by the costs incurred by the LID scenario in the utilization of capital is known as the benefit–cost ratio, which is in Equation (8) as following:
(8)
where Bt refers to the revenue earned in year t ($), and Ct refers to the cost incurred in year t ($).

The decision criteria, if BCR is greater than 1, the project investment was accepted.

Economic metrics called cost-effectiveness analyses are frequently used to analyze costs and gains from rainwater management practices (Bixler et al. 2020). In this instance, the effectiveness is given as the runoff discharge rate of the LID, while the cost (R) is expressed as a LCC, which is derived from the following equation:
(9)
where V0 refers to the initial runoff volume (m), and Vm refers to the runoff volume after scenario modeling (m).
Since LCCs involve all inputs and costs incurred over the entire lifespan, the net present value (NPV) of costs, and cost-effectiveness are calculated using the LCC's C/E ratio and the LID practice's runoff disposal rate. The C/E ratio reveals how well LID practice performs economically and technically. Therefore, a lower ratio signals a more effective LID practice. The C/E ratio is calculated by:
(10)

Hydrology performance

In this study, the installation of LID only in permanent buildings and only in the main building in each sub catchment with a total of 78 RBs (Figure 5) installed on a roof area of 74,426 m2, VSs covering an area of 25,000 and 122,124 m2 bio retention cells. The use of LID scenarios WS1 to WS4 was able to reduce runoff by 13.83, 13.77, 13.73, and 13.70% (Figure 6) respectively. The use of LID scenarios I1–I4 sequentially was able to reduce runoffs by 20.71, 20.66, 20.63, and 20.61%. This shows that the higher the rainfall, the smaller the size of the runoff that can be reduced. In varying precipitations, the hydrological efficiency of LID varies greatly (Feng et al. 2020). According to (Andrzej et al. 2019), changes in watertight areas have the biggest impact on runoff volume, followed by adjustments to total rainfall volume and rainfall intensity. Even so, the decrease in runoff using LID scenario I is greater than that of LID scenario WS. This is due to the greater number of LID scenario I installations compared to the LID scenario WS. Following research conducted by (Jemberie & Melesse 2021), where the peak reduction runoff rate of LID infiltration is higher, which is 46% than LID WS by 33% at an observation time of 30 min. The type and amount of LID strategies that need sufficient availability of municipal space strongly influence the impact and efficacy of LID operations on runoff reduction.
Figure 5

LID placing.

Figure 6

Runoff reduction. Note: LID water storage scenario (WS); LID infiltration scenario (I).

Figure 6

Runoff reduction. Note: LID water storage scenario (WS); LID infiltration scenario (I).

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In addition, the use of LID can reduce the infiltration rate (Figure 7), where the use of WS scenarios can reduce the infiltration rate by 11.17% and scenario I by 17.32%. This is due to the nature of the RB which cannot pass water into the soil. RB only plays a role in capturing and storing rainwater (Oberascher et al. 2021). On the other hand, VSs and bioretention can pass rainwater into the soil, therefore both can increase the infiltration rate more than the utilization of LID WS. Even so, the infiltration rate of scenario I is not greater than the existing condition, this is due to the bioretention design to temporarily collects water in the gravel layer. Based on (Bond et al. 2021), where there is a reduction in infiltration that does not reach its control value due to runoff from nearby pavements that is directed into the higher soil layer and then directed to the main sub catchment for LID control. In addition, the use of a storage layer in bioretention results in the incoming water being accommodated according to the capacity and will overflow if it is in excess (Gao et al. 2018).
Figure 7

Infiltration rate. Note: LID water storage scenario (WS); LID infiltration scenario (I).

Figure 7

Infiltration rate. Note: LID water storage scenario (WS); LID infiltration scenario (I).

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Benefit analysis

The calculation of benefits is carried out by the benefit–cost ratio parameter (Table 3) using Equations (2)(9), which is multiplied by the probability of rain events in each LID scenario. The implementation of both LID scenarios can reduce expenses associated with water resource conservation. The benefits of the B1 aspect are only obtained by using the WS scenario because in scenario I rainfall infiltrated to the ground so that it cannot be used as a substitute for taps such as LID WS, which uses RBs in storing water to be used as a replacement for tap water. According to (Tian et al. 2020), to save expense on tap water and ease the strain on municipal water supplies, the storage pond's rainwater collection system can be used for domestic miscellaneous water use. B2 has the greatest advantage in scenario WS because scenario I does not offer WS, whereas scenario WS allows irrigation at any time. According to (Kim et al. 2022), the benefits of WS on RBs, especially for irrigation, are not limited to that area alone, however, depending on water use habits and storage capacity, RBs can be easily shared with neighbors for a variety of purposes. Therefore, the using of scenario WS can provide benefit not only to the Jember University community but also to the communities surrounding.

On the other hand, aspects B3 to B7 using scenario I provide greater benefits than the WS scenario. This is in line with the ability of scenario I which can reduce runoff and increase the rate infiltration rate better. The B7 aspect is the biggest benefit that can be obtained because scenario I will trigger natural chemical and biological transformations that can naturally reduce pollutants. Meanwhile, in the WS scenario, the ingress of water into the RB causes the amount of runoff to decrease where the less the lymph, the less pollutant content enters the water body. According to (Miller & Cardamone 2021) one of the virtues of using RBs is to help reduce soil runoff caused by reduced runoff so that a slower flow rate causes reduced erosion. The structure of the constituent tissues of LID can also be considered for filtering suspended materials. In general, the use of scenario I provide greater benefits compared to the WS scenario, which can be seen from the net income (Table 5). The greatest benefit occurs in 20 mm of rainfall where its presence is the most frequent.

Table 5

Benefit analysis from each LID scenario

ScenarioWS1WS2WS3WS4I1I2I3I4
Frequency of Occurrence (times a year) 42 25 15 42 25 15 
B1 ($) 306 182 109 36 — — — — 
B2 ($) 90,021 53,584 32,150 10,717 83,783 49,871 29,922 9,974 
B3 ($) 5,659 3,368 2,021 674 8,778 5,225 3,135 1,045 
B5 ($) 49,767 29,623 17,774 5,925 81,662 48,608 29,165 9,722 
B6 ($) 17,786 13,584 9,959 3,925 26,631 20,384 14,962 5,903 
B7 ($) 231,227 176,598 129,466 51,022 346,209 264,997 194,517 76,747 
Net Income ($) 355,290 249,246 172,332 65,068 492,357 350,177 244,532 93,052 
ScenarioWS1WS2WS3WS4I1I2I3I4
Frequency of Occurrence (times a year) 42 25 15 42 25 15 
B1 ($) 306 182 109 36 — — — — 
B2 ($) 90,021 53,584 32,150 10,717 83,783 49,871 29,922 9,974 
B3 ($) 5,659 3,368 2,021 674 8,778 5,225 3,135 1,045 
B5 ($) 49,767 29,623 17,774 5,925 81,662 48,608 29,165 9,722 
B6 ($) 17,786 13,584 9,959 3,925 26,631 20,384 14,962 5,903 
B7 ($) 231,227 176,598 129,466 51,022 346,209 264,997 194,517 76,747 
Net Income ($) 355,290 249,246 172,332 65,068 492,357 350,177 244,532 93,052 

Note: LID WS scenario with 20 mm rainfall depth (WS1), with 25 mm rainfall depth (WS2), with 30 mm rainfall depth (WS3), with 35 mm rainfall depth (WS4); LID infiltration scenario with 20 mm rainfall depth (I1), with 25 mm rainfall depth (I2), with 30 mm rainfall depth (I3), with 35 mm rainfall depth (I4), benefits of replacing tap water (B1), benefits of saving green space irrigation (B2), benefits of groundwater recharge (B3), benefit from the flood protection expense exemption (B5), benefit from saving the operational costs of drainage facilities (B6), benefit from saving sewage treatment fees by reducing runoff discharge (B7).

Cost analysis

Investment costs consist of the cost of creating an infrastructure based on the parameters of the LID building used (Tables 2 and 4) and operating and maintenance costs. Construction costs consist of the work on the LID itself, Cf0, and VAT of 10% (the current tax in Indonesia). Operating and maintenance costs are obtained from 10% of the benefits. So that the investment in scenario I is greater than the WS scenario, where scenario I require construction fees, operations, and maintenance fees that are greater than the WS scenario. This can be explained by the area of work in the scenario I which is also 164% larger than the WS scenario (Table 6). In addition, in scenario I using 2 facilities, namely VSs and BCs with a complex process from soil ranging, structural wall brick, gravel, plant soil management, and plant planting itself. On the other hand, the WS scenario only includes the installation of gutters, pipes, and the installation of the barrel. Based on study results from (Yang et al. 2020) demonstrates how the many structures involved considerably affect the engineering expenses of LID practice. More specifically, RB is the least expensive LID technique since it consists of a straightforward barrel with several pipes and is simple to install and maintain. The largest excavation and material need during the construction phase make PP the most expensive of the three LID techniques.

Table 6

Investment cost for each LID scenario

ScenarioArea (m2)Construction fee ($)Operation and maintenance fee ($)
WS 74,426 53,335 93,548 
122,124 2,448,270 131,124 
ScenarioArea (m2)Construction fee ($)Operation and maintenance fee ($)
WS 74,426 53,335 93,548 
122,124 2,448,270 131,124 

Note: LID water storage scenario (WS); LID infiltration scenario (I).

LID facilities still use conventional labor and concrete building in today's world. High initial investment prices are the result of the absence of industrial and professional development, as well as the adoption of new materials and technologies. However, as suppliers and contractors gained expertise, engineers, architects, and landscape designers continued to refine the design and increase the use of GI strategies to lower construction costs (Bryant 2018). When integrating LID and GI techniques, planners and engineers must overcome numerous challenges. Other hurdles are based on perception and can be removed through education, outreach, and coordination. Some of these barriers are physical and must be overcome with special laws and/or designs. Misperceptions about how LID functions, expenses, upkeep, and waiting for permission clearances are four of the most frequent impediments (Hart et al. 2019).

Cost-effectiveness of LID

According to (Abdelhady 2021), a positive present net value suggests an economically viable project, while a negative NPV indicates an economically unsuited enterprise. Present value is a measure of a project's economic viability. According to (Schneider-Marin et al. 2022), the LCC is an economic index that accounts for all lifetime expenses; nevertheless, the LCC is an NPV. These expenses mainly consist of capital, operating, and maintenance costs (Wang et al. 2019).

The largest NPV value occurs in the WS scenario compared to I, especially at a rainfall depth of 20 mm (Table 7), this is influenced by inflows and outflows in the present value. Of the 8 scenarios, scenarios I2, I3, and I4 show negative values or unacceptable projects. The benefit–cost ratio is obtained by dividing the costs incurred by the profits so that the highest benefit–cost occurs in WS1. Based on the payback period, in the scenario I, it takes a much longer time to return capital, especially in scenario I4, compared to scenario WS which only takes 1.5–2 months. The same is the case with BEP where the WS scenario occurs much faster than the scenario I which reaches 11 to almost 12 years. Then it can be determined the magnitude of the cost-effectiveness of the LID design based on the size of the NPV, B/C, payback period, and BEP, where the best scenario is the WS scenario, especially WS1.

Table 7

Cost-effectiveness from each LID scenario

ScenarioNPV ($)Payback PeriodBEPB/C (%)C/E ($)
WS1 1,887,204 1 month 28 days 3 months 29 days 7.39 13,643,840 
WS2 1,308,005 1 month 24 days 3 months 14 days 6.85 9,499,892 
WS3 887,913 1 month 24 days 3 months 22 days 6.19 6,466,936 
WS4 302,057 2 months 5 days 4 months 13 days 4.09 2,204,202 
I1 240,898 5 years 5 months 16 days 11 years 11 months 5 days 1.09 1,163,195 
I2 −535,662 7 years 9 months 18 days 15 years 7 months 2 days 0.80 −2,592,644 
I3 −1,112,678 11 years 11 months 19 days 22 years 11 months 8 days 0.58 −5,393,819 
I4 −1,940,033 29 years 11 months 1 day 59 years 10 months 2 days 0.23 −9,411,608 
ScenarioNPV ($)Payback PeriodBEPB/C (%)C/E ($)
WS1 1,887,204 1 month 28 days 3 months 29 days 7.39 13,643,840 
WS2 1,308,005 1 month 24 days 3 months 14 days 6.85 9,499,892 
WS3 887,913 1 month 24 days 3 months 22 days 6.19 6,466,936 
WS4 302,057 2 months 5 days 4 months 13 days 4.09 2,204,202 
I1 240,898 5 years 5 months 16 days 11 years 11 months 5 days 1.09 1,163,195 
I2 −535,662 7 years 9 months 18 days 15 years 7 months 2 days 0.80 −2,592,644 
I3 −1,112,678 11 years 11 months 19 days 22 years 11 months 8 days 0.58 −5,393,819 
I4 −1,940,033 29 years 11 months 1 day 59 years 10 months 2 days 0.23 −9,411,608 

Note: LID WS scenario with 20 mm rainfall depth (WS1), with 25 mm rainfall depth (WS2), with 30 mm rainfall depth (WS3), with 35 mm rainfall depth (WS4); LID infiltration scenario with 20 mm rainfall depth (I1), with 25 mm rainfall depth (I2), with 30 mm rainfall depth (I3), with 35 mm rainfall depth (I4); benefits of replacing tap water (B1), benefits of saving green space irrigation (B2), benefits of groundwater recharge (B3), benefit from the flood protection expense exemption (B5), benefit from saving the operational costs of drainage facilities (B6), benefit from saving sewage treatment fees by reducing runoff discharge (B7).

Optimal LID design

High hydrological performance does not equate to high LID facility cost-effectiveness. Although the scenario I in this analysis performed most hydrologically in terms of reducing runoff, it was less cost-effective than utilizing the WS scenario. This is since the region and location of the implementation have a significant impact on the hydrological performance of LID. The available locations are always scarce in built-up urban regions. The study area for the scenario I is significantly larger than the study area's land for scenario WS (Table 7). Similar to this, of the four LIDs examined by (Jiang & McBean 2021), namely permeable pavement (PP), VS, BC, and RB, BC showed the best ability to reduce peak runoff levels and surface runoff volume at many levels, while BC showed the same ability to reduce runoff volume but little peak flow reduction. It turns out that the single-action preference sequence of LID according to comprehensive benefits is: bioretention > RBs > low-elevation greenbelt > green roofs > PP (Li et al. 2017). The hydrological performance per unit of cost, without consideration for the implementation location, is what is meant by ‘cost-effectiveness’. According to the benefits received (Table 6), the scenario I, particularly scenario I1, has the highest net income. Even so, the use of the WS scenario is also no less profitable, where the net income earned ranges from $66,617.49 to $363,749.76. When viewed from the amount of investment spent, the WS scenario requires a much smaller amount of funds than the scenario I, which is 0.05% of the scenario I. Like operating and maintenance costs, the use of the WS scenario requires minimal operational and maintenance costs compared to scenario I, which is 71% of scenario I. In scenario WS1, the return on capital occurs after 1 month and 28 days, while the return on capital in scenario I1 occurs after 5 years 5 months 16 days. Similarly, the break event point in scenario WS1 is achieved much faster than scenario I1, so the cost-effectiveness in scenario WS, especially WS1, is better than scenario I. In scenario I, only I1 can show a positive value, while scenarios I2, I3, and I4 show negative values which means the project is not worth working on. Thus, scenarios I2, I3, and I4 have the highest hydrological performance but the lowest cost-effectiveness. The LID scenario using RB with a 25 mm depth of rainfall is the best scenario with the quickest payback time and least amount of capital but with the greatest advantages. Consequently, in this field, based on the benefits received, the investment made, and the rate of return on capital, the priority is the WS1 > WS2 > WS3 > WS4 > I1 scenario.

However, this study has not explored a combination of WS and scenario I. For example, in a combination of WS and scenario I, both available areas of 74,426.00 m2 should be covered by RBs. The combination area maybe 100% WS scenario + 25% scenario I; 100% WS scenario + 50% scenario I or even both scenarios 100%. The RB is very effective to reduce runoff (Yang et al. 2020), along with giving other beneficial opportunities. Based on (Ghodsi et al. 2021), installing gutters that are directly connected to RBs is another way to get LID benefit from combining the RBs with green roofs practice. According to (Mao et al. 2017), the most economical way to fulfill control objectives is using multiple forms of LIDs, including porous pavements, biological retention, and green roofs. Additionally, restoring the natural water cycle is one of the key objectives of LID to conserve water. Rainwater harvesting is anticipated to help improve water supply as well as the restoration of the urban water cycle and a decrease in water-related disasters (Oral et al. 2020). It is advised that LID be implemented on every piece of land that is available (Mai et al. 2018).

The implication of rainfall characteristics

The water conservation effectiveness of LID facilities degrades with increasing amounts of rainfall, according to variations in the ratio of runoff volume reduction under various depths of precipitation. LID facilities are less effective in stronger storms, according to similar research (Hu et al. 2019). However, most LID techniques that have been created so far are only useful for modest flood peaks. Additionally, they frequently fail because of the subpar weather patterns at locations and different periods. The optimum LID procedures for the area of interest must be found, technical field efficiency must be raised, and site-specific LID parameter optimization must be optimized (Pour et al. 2020). Here, Cullen and Frey charts (Figure 3) are used for the rain distribution of the Jember region with the Beta distribution as a result, which has initial bursts on short rain events and centralized bursts on long rain events. The rainfall–runoff mechanisms vary depending on the burst differences. Another factor is that, given the study area's capability for drainage with the application of LID, the probability of rain is relatively low compared to the study's probability of rain. Many researchers agree that the most likely duration, frequency, and high rainfall patterns are sensitivities to the application of LID (Jemberie & Melesse 2021). That is what causes NPV scenarios I2, I3, and I4 to be negatively valued because the probability of rain is very low, that is, the depth of rain of 25 mm is 25 days, 30 mm is 15 days and 35 mm is 5 days. So, it can be said that although the depth of rainfall is small, the frequency of the rain is high, it provides greater benefits than the depth of high rain, but the frequency of occurrence is small.

Uncertainty assessment

Sensitivity analysis was done to deal with input parameter uncertainty (Fathollahi & Coupe 2021). To illustrate the sensitivity of the relationship between runoff volume, and the probability of occurrence with B/C, presented in Figure 8, eight sensitivity evaluations were performed in this study on each scenario. Sensitivity parameters include cost; discount rate; B1; B2; B3; B4; B5; and B6. By adding two factors to the parameters factors 0.5 and 2 and comparing the results to the reference condition or factor 1, sensitivity is determined. The impact on the CB ratio during the project's 10-year duration is evaluated. The analysis showed that the greatest variation in B/C occurred in the LID scenario WS compared to the scenario I. Because LID WS is cheaper compared to the scenario I. WS situations are more sensitive to variations in prices and interest rates. Benefits, however, do not change. When prices, discount rates, and benefits were altered by preset parameters, sensitivity analyses showed no B/C shift 1.0 for this technique. This shows solid cost-effectiveness (Wilbers et al. 2022).
Figure 8

Development of B/C over 10 years for the eight LID scenarios for costs, discount rates, and benefit aspects. Note: Factor 1 represents the reference situation (without sensitivity assessment). LID water storage scenario with 20 mm rainfall depth (WS1), 25 mm rainfall depth (WS2), 30 mm rainfall depth (WS3), with 35 mm rainfall depth (WS4); LID infiltration scenario with 20 mm rainfall depth (I1), with 25 mm rainfall depth (I2), with 30 mm rainfall depth (I3), with 35 mm rainfall depth (I4), benefits of replacing tap water (B1), benefits of saving green space irrigation (B2), benefits of groundwater recharge (B3), benefit from the flood protection expense exemption (B5), benefit from saving the operational costs of drainage facilities (B6), benefit from saving sewage treatment fees by reducing runoff discharge (B7).

Figure 8

Development of B/C over 10 years for the eight LID scenarios for costs, discount rates, and benefit aspects. Note: Factor 1 represents the reference situation (without sensitivity assessment). LID water storage scenario with 20 mm rainfall depth (WS1), 25 mm rainfall depth (WS2), 30 mm rainfall depth (WS3), with 35 mm rainfall depth (WS4); LID infiltration scenario with 20 mm rainfall depth (I1), with 25 mm rainfall depth (I2), with 30 mm rainfall depth (I3), with 35 mm rainfall depth (I4), benefits of replacing tap water (B1), benefits of saving green space irrigation (B2), benefits of groundwater recharge (B3), benefit from the flood protection expense exemption (B5), benefit from saving the operational costs of drainage facilities (B6), benefit from saving sewage treatment fees by reducing runoff discharge (B7).

Close modal

Based on hydrological performance, scenario I shows a higher runoff reduction performance than scenario WS. The depth of rainfall affects the potential of LID in reducing the runoff, where the higher rainfall depth is, the lower runoff rate decreased. Based on the benefits aspects, scenario I provides greater benefits with more cost than the WS scenario. In terms of LCC, the payback period of the WS scenario is faster than scenario I, where the cost-effectiveness of the WS scenario is greater than the scenario I with a B/C above 1, especially in rainfall of 20 mm. This is due to the rainfall probability is more frequent than other rainfall depth. Thus, the most optimal LID design based on hydrological performance and benefit–cost analysis is the WS scenario with a rainfall depth of 20 mm. The results of the sensitivity analysis show that B/C is very vulnerable to changes in cost and discount rate. Many benefits can be received by applying LID in conserving water resources at the University of Jember, especially by using RBs. This research can be continued by assessing the integrated use of a combination of RBs, VSs, and bioretention that have not been considered here, as well as the use of other LID designs such as permeable pavements, green roofs, and others.

The authors want to share gratitude toward Jember University for financing this research.

Data cannot be made publicly available; readers should contact the corresponding author for details.

The authors declare there is no conflict.

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